Quantization through Morita equivalence

18 November 2019
Francis Bischoff

In this talk I will discuss a new proposal for constructing quantizations of holomorphic Poisson structures, and generalized complex manifolds more generally, which is based on using the A model of an associated symplectic manifold known as a Morita equivalence. This construction will be illustrated through the example of toric Poisson structures.


  • Geometry and Analysis Seminar